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Assuming you mean it repeats indefinitely, you call your number "x", and write:x = 0.66666...

10x = 6.66666...

You subtract the first equation from the second, then solve the resulting equation for "x".

Note: In other cases, if two digits repeat, you multiply by 100 to get the second equation; if three digits repeat, you multiply by 1000, etc.


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0.6666 repeating = 2/3

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9y ago
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Q: How do I convert 0.666666667 into a fraction?
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